Taksmeran-Krozer's main contributions are in the field of Polymer Physics and Rheology. She has made substantial contributions to the field of rheology together with
Marcus Reiner and to the field of behaviour of polymer solutions and networks. Her research work has been published predominantly in the
Journal of Polymer Science, the Bulletin de L’Académie Polonaise des Sciences, Rheologica Acta, and
Colloid and Polymer Science.
Behaviour of polymer solutions in velocity fields Takserman-Krozer focused on various problems related to polymer processing - structure development, rheology, relation between structure and physical properties, contributing to the understanding of elongational (extensional) flow of polymer suspensions and solutions. Her solution of the ellipsoid orientation distribution in form of series expansion was later supplemented by an exact solution of a similar problem (orientation in shear flow) by
Werner Kuhn. Then Takserman-Krozer and
Andrzej Ziabicki made a systematic study of elongational flow behaviour of various molecular models and rheological behaviour of polymers.
Theory of spinnability Spinnability of liquids was another problem related to fibre spinning studied in parallel with hydrodynamics and
rheology of polymer solutions and suspensions. Takserman-Krozer and
Andrzej Ziabicki found factors limiting spinnability, i.e. the maximum length of liquid threads, to obey two mechanisms: development of Rayleigh
capillary waves on the surface of liquid threads and their break-up into drops, and
brittle fracture of viscoelastic threads when the accumulated elastic energy compensates cohesive forces. Direct observations of capillary break-up and cohesive fracture also spoke in favour of the proposed theory. In spite of later efforts by Takserman-Krozer and coworkers the theory of spinnability never reached the level of a quantitative theory.
Phenomenological rheology Takserman Krozer investigated basic problems of phenomenological (classical) rheology and closure of the gap between the micro structure of the materials and their macro mechanical behaviour. In her work with
Marcus Reiner, the phenomenological rheology approach of a combination of linear bodies was used for the analysis of the dynamic strength limit of both viscoelastic solid and elastic-viscous liquid. The general formulation of the problem characterizes the rheological stress/strain relationship of a general compressible fluid, the basic hydrodynamic equations of continuity, motion and energy transfer, and the dependence of the rheological and physical parameters of the material on its thermodynamic state. A perturbation solution for pressure- and temperature-dependent viscosity has shown that pressure and heating effects may result in apparently non-Newtonian behaviour, with a non-uniform pressure gradient and variable velocity profile along the pipe.
Molecular-statistical theory of polymer networks Takserman-Krozer established the dynamical theory of macromolecular (permanent) networks at the Institute of Theoretical and Applied Physics of the University of Stuttgart with Ekkehart Kröner. The
Hartree self-consistent field approach as a method to take into account many-body forces such as Oseen's hydrodynamic interaction had been considered. She then, together with Ekkehart Kröner, developed the thermodynamics as well as the molecular-statistical theory of so-called temporary polymer networks, both for equilibrium and nonequilibrium. The theory now stands quantitatively. Properties investigated were in particular the
non-Newtonian fluid flow for shear and elongation flow and the stress overshoot maximum after abrupt start of the flow. == Honours and prizes ==